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Sentences with REENTERING-POLYGON

Check out our example sentences below to help you understand the context.

Sentences

1
"The reentering polygon had seven sides."
2
"The reentering polygon formed a concave shape."
3
"A reentering polygon can intersect itself."
4
"The reentering polygon had both inward and outward angles."
5
"The reentering polygon created a unique pattern on the floor."
6
"The reentering polygon was difficult to draw accurately."
7
"The reentering polygon had one internal angle greater than 180 degrees."
8
"The reentering polygon's perimeter was irregular."
9
"The reentering polygon had multiple concave vertices."
10
"The reentering polygon had self-intersecting sides."
11
"The reentering polygon was an interesting geometric shape."
12
"The reentering polygon's angles were varied and complex."
13
"The reentering polygon had an uneven distribution of angles."
14
"When studying geometry, we learned about reentering polygons."
15
"The reentering polygon had a somewhat irregular outline."
16
"The reentering polygon could not be classified as a regular polygon."
17
"The reentering polygon's vertices connected in peculiar ways."
18
"The reentering polygon's interior angles added up to more than 360 degrees."
1
"The reentering polygon formed by connecting the outer edges of the star shape is a concave polygon."
2
"The reentering polygon has interior angles greater than 180 degrees."
3
"The irregular quadrilateral can be classified as a reentering polygon due to its inward-pointing angle."
4
"A self-intersecting polygon is often considered a reentering polygon."
5
"In a reentering polygon, at least one vertex points towards the interior of the shape."
6
"The reentering polygon can sometimes be decomposed into several convex polygons."
7
"The presence of a reentering polygon in the design makes it more challenging to calculate its area."
8
"The reentering polygon is often used as an example to illustrate the concept of concavity."
9
"A reentering polygon can have an infinite number of sides, depending on its level of complexity."
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